Which scenario has a domain with a continuous number of values? Scenario 1: Shaun uses y buckets of water after washing x cars during a car wash fundraiser. Scenario 2: Heather buys x apples for a total cost of y. Scenario 1 Scenario 2 Both Neither
so the thing here is, can you use half of a bucket? Can you buy half an apple? Because you can use just part of a bucket, Shaun might have used any possible number of buckets, including 1 and a half or something. But Heather can only buy 1, 2, 3 apples... never 1 and a half apples. So the number of possible values in Heather's case is not continuous.
So it would be niether??
umm no. Shaun's case can contain any number of buckets ever, so his case is continuous.
So its both
no... In scenario 1, you can have every number, so it's continuous. You never have to skip a number to get to the next possible number. in scenario 2, you can only have some numbers, so it's not continuous. You can have 1 apple, but to get to 2 apples, you have to skip over 1 and a half apples, because you can't buy that. So scenario 1 is continuous, scenario 2 is not. Do you know why?
Yess I think soo you justed distribed it to me
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